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首页> 外文期刊>The Journal of Chemical Physics >Hydrodynamic mechanisms of spinodal decomposition in confined colloid-polymer mixtures: A multiparticle collision dynamics study
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Hydrodynamic mechanisms of spinodal decomposition in confined colloid-polymer mixtures: A multiparticle collision dynamics study

机译:受限胶体-聚合物混合物中旋节线分解的流体力学机理:多粒子碰撞动力学研究

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摘要

A multiscale model for a colloid-polymer mixture is developed. The colloids are described as point particles interacting with each other and with the polymers with strongly repulsive potentials, while polymers interact with each other with a softer potential. The fluid in the suspension is taken into account by the multiparticle collision dynamics method (MPC). Considering a slit geometry where the suspension is confined between parallel repulsive walls, different possibilities for the hydrodynamic boundary conditions (b.c.) at the walls (slip versus stick) are treated. Quenching experiments are considered, where the system volume is suddenly reduced (keeping the density of the solvent fluid constant, while the colloid and polymer particle numbers are kept constant) and thus an initially homogeneous system is quenched deeply into the miscibility gap, where it is unstable. For various relative concentrations of colloids and polymers, the time evolution of the growing colloid-rich and polymer-rich domains are studied by molecular dynamics simulation, taking hydrodynamic effects mediated by the solvent into account via MPC. It is found that the domain size ?_d(t) grows with time t as ?_d(t) ~∝ t~(1/3) for stick and (at late stages) as ?_d(t) ∝ ~t~(2/3) for slip b.c., while break-up of percolating structures can cause a transient "arrest" of growth. While these findings apply for films that are 5-10 colloid diameters wide, for ultrathin films (1.5 colloid diameters wide) a regime with ?_d(t) ∝ t~(1/2) is also identified for rather shallow quenches.
机译:建立了胶体-聚合物混合物的多尺度模型。胶体被描述为点粒子彼此相互作用,并与具有强烈排斥势的聚合物相互作用,而聚合物则以较软的势相互作用。悬浮液中的流体通过多粒子碰撞动力学方法(MPC)加以考虑。考虑到狭缝的几何形状,其中悬浮液被限制在平行的排斥壁之间,处理了壁上的流体动力学边界条件(b.c.)的不同可能性(滑动对杆)。考虑了淬火实验,其中系统体积突然减小(保持溶剂流体的密度恒定,而胶体和聚合物颗粒的数量保持恒定),因此最初均一的系统被深度淬灭到可混溶间隙中。不稳定。对于各种相对浓度的胶体和聚合物,通过分子动力学模拟研究了增长的富胶体域和富聚合物域的时间演化,并考虑了溶剂通过MPC介导的流体动力学效应。可以发现,随着时间t的增加,棒的域大小Δ_d(t)随着棒的增加而增加,随着时间t的增大,随着时间t的增大,Δ_d(t)的增加幅度也随着Δt(t) 2/3)对于滑动bc,而渗透结构的破坏会导致生长的短暂“停滞”。虽然这些发现适用于胶体直径为5-10的薄膜,但对于超薄薄膜(胶体直径为1.5的胶膜),对于较浅的淬灭,也可以确定Δd(t)∝ t〜(1/2)的范围。

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